Find the Big-O 8:12 PM Sun 25 Dec< Ć●3.4.5.1.2.Solve the following questions:Sf(n)=2log n and g(n)=n\n• f(n)=2+1 and g(n)=2"f(n)=2n and g(n)=3nf(n)= √logn and g(n)= log log nтоFind the Big-O of f(n)=log (n+4)Prove that running time4T(n) = n¹ + 20n + 1 is O(n)T(n) = n¹ + 20n + 1 is O(n³)4T(n) = n¹ + 20n + 1 is (n³)Find the big-O of f(n) = (5n² + 7n -1)(3n³- 4n² +8)Find the big- of f(n) = 3n+ 10Find the relation between:a. n³b. 10n²QBTutorial No. 181%+:0• f(n)=2(²n) and g(n)= 2ª6.Find the relation between the following functions: f(n) = log n and g(n) = √n. Hint: you may useL'Hopital's Theorem.7.Order the following functions: n, 105, √n, 3", nn.8.For function f(n)=log n and time t=1 second, determine the largest size n of a problem that can besolved in time t, assume that the algorithm to solve the problem takes f(n) microseconds.9. Suppose you have algorithms with the two running times listed below. Suppose you have a computerthat can perform 6° operations per second, and you need to compute a result in at most an hour ofcomputation. For each of the algorithms, what is the largest input size n for which you would be able toget the result within an hour?

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Answered: 1. Find the Big-O of f(n)=log (n+4)

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1. Find the Big-O of f(n)=log (n+4)

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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